By Parseval' s Theorem, the energy of signal x(t) can be computed as follows 1 | 2(t) dt = -| |X (12)f dw U:(t) -1/2 1/24 (1) Compute the energy of u1 (t) in time domain. (2) Compute the Fourier Transform of u1 (t).
By Parseval' s Theorem, the energy of signal x(t) can be computed as follows 1 | 2(t) dt = -| |X (12)f dw U:(t) -1/2 1/24 (1) Compute the energy of u1 (t) in time domain. (2) Compute the Fourier Transform of u1 (t).
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just answer the question (4) ,thanks
![By Parseval' s Theorem, the energy of signal x(t) can be computed as follows
1
2 (t) dt
27
:/ |X (w)P dw
U:(t)-
-1/2-
1/2+
(1) Compute the energy of u1 (t) in time domain.
(2) Compute the Fourier Transform of u1 (t).
(3) Use quadl( ) to compute the energy of U(w) between the frequency -wm~wm , and plot it.
(4) Think about the Parseval Theorem with comparing Part (2) and (3).](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F061c3ecf-983b-4cd7-91e5-61f0ac5b2ff5%2F1b509756-f91f-42da-904a-21436c68bf57%2Fn5o5px9_processed.png&w=3840&q=75)
Transcribed Image Text:By Parseval' s Theorem, the energy of signal x(t) can be computed as follows
1
2 (t) dt
27
:/ |X (w)P dw
U:(t)-
-1/2-
1/2+
(1) Compute the energy of u1 (t) in time domain.
(2) Compute the Fourier Transform of u1 (t).
(3) Use quadl( ) to compute the energy of U(w) between the frequency -wm~wm , and plot it.
(4) Think about the Parseval Theorem with comparing Part (2) and (3).
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